Calculus II
Rowan University Fall 2007
40272 MATH 01 131-1
Professor: Dr. Michael Morelli
Email: morelli@rowan.edu
Phone: (Outside Rowan) 1-856-256-4000 Ext. 3572
(At Rowan) 3572
Office Location: In the Math Department on the second
floor of Robinson Hall.
The best way to contact me is to see me in my office hours, by phone,
and after class.
Office Hours: Monday 5:30 – 6:20 pm. Wednesday 4:30 – 6:20.
They will be held either in my office or in the Math Learning Center.
Both places are in the Math Department on the second floor of Robinson
Hall.
Class Location: Robinson 324
Class Time: Monday 1:45 – 2:35, Tuesday 1:45
– 3:00, Thursday 1:45 – 3:00
Webpage: Web CT
Required Technology: TI-89 Titanium Graphing Calculator
and the Software Mathematica.
Text: Calculus: Concepts and Contexts, by James Stewart
Semester Credit Hours: Four
Grading and Grade Scale:
Your final grade will be the average of your best three scores on tests
I, II, III, IV and V.
Grade Average of Your Best Three Tests
A……………………..95 to 100
A-…………………....90 to less than
95
B+……………………85 to less
than 90
B……..………………80 to less
than 85
B-………..….………..75 to less than
80
C+…………………….70 to less
than 75
C………………………65 to
less than 70
C-……………………..60 to less
than 65
D+…………………….55 to less
than 60
D……………………...50 to less
than 55
F……………………....Below 50
For example, if your average is 74.7, your final grade would be a C+.
Extra Credit –
Each of the following will add three points to your final grade. If you
complete all three of these tasks, I will add one more point to your final
grade. I will not accept any late work under any circumstance.
Hand in any 10 problems assigned Weeks 1 – 4. Present orally one
of these problems. Due by Sept 27.
Hand in any 10 problems assigned Weeks 5 – 9. Present orally one
of these problems. Due by Nov 1.
Hand in any 10 problems assigned Weeks 10 – 14. Present orally one
of these problems. Due by Dec 6.
CATALOG DESCRIPTION:
This course begins with applications of integration (such as volume of
a solid of revolution work, arc length, area of a surface of revolution,
center of mass) and derivatives of inverse trigonometric functions. Integration
by parts, partial fractions and other more advanced integration techniques
are introduced, along with a discussion of numerical integration, improper
integrals, indeterminate form, sequences and infinite series. A graphing
calculator is required for this course, and so is the use of a computer
software, such as Mathematica.
Attendance Policy: Full attendance is expected every class meeting. Absence
will affect your grade through the class participation grade. If you miss
more than eight class meetings for any reason, I will deduct five percentage
points off your final grade for each class missed in excess of the eight
allowed. If you leave a class meeting early, I will consider whether or
not to count you in attendance that day on a case-by-case basis.
Your final grade is based on the average of your best three (out of five)
tests. If you miss a test, I will consider giving you a make-up only if
a sufficient reason (i.e. documented illness) for missing the test is
relayed to me prior to the makeup/retake of the test. (Note: A message
must be left by phone or e-mail for consideration.). I will handle each
situation on a case-by-case basis.
Test days are considered to be class meetings. Handing in your test is
how I will know that you are there on that day.
Withdrawal Policy: If a withdrawal request is made before mid-semester,
the registrar will enter a “W” on the student transcript.
A withdrawal request will not be approved during the last four weeks of
class.
Policy on Cheating: Dishonesty will not be tolerated. If I determine that
a student has cheated, I will send a letter to this effect to the provost’s
office and will assign a grade of “F” for the course. In the
case of identical papers without evidence as to who copied from whom,
both papers will share the grade. All students are honor bound to discourage
and report suspected cheaters.
Assignments: The student is responsible for all information covered in
reading assignments, whether it is covered in lecture or not. All assignments
are expected to be completed by the next class meeting unless a due date
is specifically announced. I will be lecturing out of the book and my
own notes.
Schedule:
Week 1
Tues Sept 4 Chapter 5 (Integrals)
Thur Sept 6 Chapter 5
Week 2
Mon Sept 10 Chapter 5
Tues Sept 11 Chapter 5
Thur Sept 13 Chapter 5
Week 3
Mon Sept 17 Chapter 5
Tues Sept 18 Chapter 5
Thur Sept 20 Chapter 5
Week 4
Mon Sept 24 Chapter 5
Tues Sept 25 Chapter 5
Thur Sept 27 Chapter 5
Week 5
Mon Oct 1 Chapter 6 (Applications of Integration)
Tues Oct 2 Test I
Thur Oct 4 Chapter 6
Week 6
Mon Oct 8 Chapter 6
Tues Oct 9 Chapter 6
Thur Oct 11 Chapter 6
Week 7
Mon Oct 15 Chapter 6
Tues Oct 16 Chapter 6
Thur Oct 18 Chapter 6
Week 8
Mon Oct 22 Chapter 6
Tues Oct 23 Chapter 6
Thur Oct 25 Chapter 6
Week 9
Mon Oct 29 Chapter 7 (Differential Equations)
Tues Oct 30 Chapter 7
Thur Nov 1 Chapter 7
Week 10
Mon Nov 5 Chapter 7
Tues Nov 6 No Class
Thur Nov 8 Test II
Week 11
Mon Nov 12 Chapter 7
Tues Nov 13 Chapter 7
Thur Nov 15 Chapter 7
Week 12
Mon Nov 19 Chapter 8 (Infinite Sequences)
Tues Nov 20 Chapter 8
Thur Nov 22 No Class
Week 13
Mon Nov 26 Chapter 8
Tues Nov 27 Chapter 8
Thur Nov 29 Chapter 8
Week 14
Mon Dec 3 Chapter 8
Tues Dec 4 Chapter 8
Thur Dec 6 Chapter 8
Week 15
Mon Dec 10 Test III
Tues Dec 11 Review
Thur Dec 13 TEST IV (Covers the whole semester)
Week 16 At our scheduled final exam time we will have Test V. Each of
test IV and test V takes one hour and each will cover the whole semester.
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